For the revenue function given by R(x) = 280x+ 8x2 +x3 (a) find the maximum average revenue.

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For the revenue function given by R(x) = 280x+ 8x2 +x3

(a) find the maximum average revenue.

(b) Show that R̅(x) attains its maximum at an x-value where R̅(x) = M̅R̅.

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Mathematical Applications for the Management Life and Social Sciences

ISBN: 978-1305108042

11th edition

Authors: Ronald J. Harshbarger, James J. Reynolds

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Question Posted: Feb 09, 2018 06:52 AM

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For the revenue function given by R(x) = 280x+ 8x2 +x3 (a) find the maximum average revenue.

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Rx 2800x8x 2 x 3 a Rx 28008xx2 Rx 82x Rx ...View the full answer

Mathematical Applications for the Management Life and Social Sciences

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